@keyframes rwdcur190452 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByklEQVRYhe2SPWsUURSGn7nGOAtO2J3RIsXOXGRZtBOxEAttxMZKCEFLBWtTCRb+CLHTxm4lpBKsUgn+gAQRYrVrCgvdyUpQGOLHa5HsOgm7O7NxP5p54HA/OPe875w5J4CfwEfgA7PA8zwFQfAbWJ6JAWutxK2ZmTDdTTu+YoIgaEzbhEkfZmFiDoD1N/9MgDlzJ2jEcQywOmkDpt9l+1VsfN+fTiestUpE3/B9f+KD2bcDXT7HO6ZSqUy0E461VsvN1tCkF37lT6fTuUtqJgQXgafAQwc2jmvASMpMerDTMeVyuXHhcCfqwLWDFcFlwYrg9EgOoigS2sqMs9rSD8dRCx513woWevsICSRYGUV/6Ayk+Qqsvn/NE897zH77cWC3l/CLl0QAvBvFgBOGoba/fTp06e6VvidJ0h7ybgO4PYrQQMIwFAvqheu6TSA8mpc9KSC4pBrSeZqC+Tz6BmBtdz/cvVIrSZLrwPaRwjeAZ5nVTnKPCPiCBa7mMUC1WtUag788ZSKT43QA13UzxfMgOCdYyi2c4u1YxE8h1ZFqbP5PrSyhmwPul1RHeo60mOtvjc3Q3ME6rxqbWkQqcX9qBgoKCgoKxsFfvd/NpxaKSlkAAAAASUVORK5CYII=) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwElEQVRYhe2UPUscURSGn72r601wh50ZCyHu7O0CVmkCIT8hJoUWEn+A7XYBMbb5E9FWNoidWKUKxCZVmkBs1KQIBHZcC4slom8aP1YZ153R2W32hcPcuXPPeZ85HG4ROAF2gR8MQuVyWWEYngLzAwFwzknMDAzCXCya8QsThmGj3xCm82UQECMAfN6+ggAz8TZsxHEMsJE3gEnabH6KTRAE/emEc05tkRhBEOQ+mIkduNCf+ND4vp9rJwrOOc3vH3Q9tBr4Z61Wa4GOmRCMA++BDwU4zgpgJN15aPGwZSqVys1OTACvz58IrGA6NUGtVhP62VN8Gxs73YJXSXUEqwKlheg6Aze19vereed568CzhM8NYA3YS1OzEEWRfh/9urZp/z06brfbzS5534HZNEa3Kooi4ekyrLX7QJSllsDTE7Y0znIqgE2kTW43F3iClz0AzJ3PgQSPewKoVqtdzdOoowNLPSdZax/K3AimsuR+eRDzp0hFpFHq96l1l1Hpcm2p6zmSpS6YUhFpFsmxkxtAB8ikSkgfkUpIMKlR6nLsZLoNMwBYVZDeIPlIYHM3TYCYVoGVvvzxUEMNNVSe+g9gWdkz+pQJyAAAAABJRU5ErkJggg==) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvUlEQVRYhe2Vv0sbYRjHP761coqx5M6hIsm9g1pHKQ6lSxfRoWsJ6WjRvf07Ourm4BgVR9tBJ9duHQrNlLRDC5ozICJHSvt1qKcnvZgEvQRKPvDA++Ph+X7fh+e4B8AvoAx8oRdkMhl5nvcbKPTEgLVW4mXPTJhoUQueGc/zSt02YeKbXpgYBODgw7UJMONFrxQEAcBO2gZM0mFtKzCu63anE9ZahSIxXNdNfTATOxDxIzgx2Ww21U4MWGtVqFRvTdpws3/q9fprUpgJI6ll0upJ3WxnRkqaQJris2AIQNEQ3wXf94W+toiyNIG0gTSDBK+SagkWO9W/dQbipY/frMB74BvswXlS1gDsd2pgUBI8enLj0GkMn4VhWIufLQHvYOQTNNZhFfjYqVgi+XxejOkqHMepAPnoXjCkWSqaQoKnreq1nqibGIDd07/hNIarYRi+AL7Hcp5zhMUHHrLcRs01wULbDnK5nHb59+URVx2YTqcDOI7TVLxbHLYjLpiXjzTJZpP7x4LivbuLCbwVSP51lwVjsXVR8FNtf9qdGxi9NDF/uS8IpNh/IjXxJobmBIeCua6J9unTp89/yQUl1s5IxHncVwAAAABJRU5ErkJggg==) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAByklEQVRYhe2Sv2sTcRjGP3dJ5VvJleTOQZRcvhSnzA5FEMGhS3GoQ9FZ3EQdnMS9u7rlD4hIJ8WpU8FRQZCinapFnHI9B6tHa31cknqWS2JqLweSB174/nh4nw8vbwnYAzaAdYqQ53kKgmAfWCoEwForsVAYhNs7dKI5NwiC9rgh3PSlCIgyAKsvfkOAe+pa0I6iCOBp3gBu1mPnSeT6vj+eSVhrlYjM8n0/98XMnEBPn6Ntt1arZU5C0JTDA0HzXwAca62WNj8MNLX82s84jq/T3QmBocp3LgIvgZhpB5KjALiShppubsfuPc9r74S80xR3gSrfgCvADgDVo4QD0Gg0hN4PrU/Ld6RFpBISnJHhts6zrylu9XoJToyaP3AH0np9aQ6eAedgHk47CQ+dV5ScPR73PA7sjgrghGGorS8f/3g0u9NfkyTpHDbfgPIq/NiCN8DiqGGZCsNQzOigjDGbQJj2qMJ9neW5YOZYQg8DrCCt0CccTgrUravD+gkujARar9f7hh80zXMCxpiB4ePQ2t+EC4ygJbjc578smD12ulRAs7sHrT7/s4JHuQGkIEz3bAVvBTbX0AEwFcGyoFIIwEQTTTTRf6NfVNbSO6ZwP4wAAAAASUVORK5CYII=) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur190452 2s linear infinite forwards;
}
